GMU:Algorithmic Art/Hilde Karin Braunschweig: Difference between revisions

Revision as of 19:33, 21 November 2018

Result	Algorithm
	Homework / Introduction Superimposed results of the Introductory Algorithm. By executing the algorithm, each participant of the class created a unique personal sign, based on their own name. Link to Algorithm
	Recreating Q1 Supermatistic by László Moholy-Nagy. Link to Algorithm
	Recreating AXL II by László Moholy-Nagy. Link to Algorithm

Result	Algorithm
	Creating a 2D grid structure, using nested for loops in Processing. Link to Algorithm

Result	Algorithm
	Recreating "Schotter" by Georg Nees in class. Link to Algorithm
	Experimenting with Brownian Motion in class. Link to Algorithm - random directions Link to Algorithm - orthogonal directions
Result	Algorithm
	some more experiments on randomness. Link to Algorithm
	Link to Algorithm
	Link to Algorithm

Result	Algorithm
	Experiments with the noise function in class. idea from the "Unknown Pleasures" Poster by Joy Division. Link to Algorithm

@@ Line 52: / Line 52: @@
 <br> [[Media:schotter_georgnees.pde|Link to Algorithm]]
 |-
-| [[File:20181102_brownschweBewegung_3.JPG|400px]]  <br>
+| [[File:20181102_brownschweBewegung_3.JPG|400px]]  <br><br>
 [[File:brownscheBewegung-orthogonal1.jpg|400px]]
 | Experimenting with Brownian Motion in class.